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Solve the following for x x^(-43) - 1 = 15.SolutionWe have .pdf
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Solve the equation log 4 (x-8) = 2 .SolutionBefore solving the.pdf
27. Mar 2023•0 gefällt mir•2 Aufrufe
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Solve the equation log 4 (x-8) = 2 . Solution Before solving the equation, we have to impose constraints of existance of logarithm function. x-8>0 We\'ll add 8 both sides: x>8 So, in order to exist, the values of x have to be in the interval (8, +inf.) Now, we\'ll solve the equation: x-8 = 4^2 x-8 = 16 We\'ll add 8 both sides: x = 16+8 x = 24 The solution is admissible because is in the interval (8,+inf.)..
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Solve the equation log 4 (x-8) = 2 .SolutionBefore solving the.pdf
- Solve the equation log 4 (x-8) = 2 . Solution Before solving the equation, we have to impose constraints of existance of logarithm function. x-8>0 We'll add 8 both sides: x>8 So, in order to exist, the values of x have to be in the interval (8, +inf.) Now, we'll solve the equation: x-8 = 4^2 x-8 = 16 We'll add 8 both sides: x = 16+8 x = 24 The solution is admissible because is in the interval (8,+inf.).
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